Los efectos son
precedidos por causas definidas. entonces el temor a la existencia es
reemplazado por la felicidad del vivir.
Libro de
Urantia. Pág.960
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)
El principio
espiritual que nos ayuda a superar los miedos, y a aminorar nuestro orgullo, es
comprender que todo lo que creamos y sustentamos en nuestro espacio interior,
finalmente va a impactar en el exterior y va a condicionar nuestro
comportamiento, porque “aunque las corrientes de aire sean ascendentes, el
pájaro no podrá volar si no extiende sus alas.”102
Por tanto, un
principio básico en el proceso de liberarnos de los miedos, es darnos cuenta de
que no se trata tanto de luchar contra el miedo, como de cultivar en nuestro
ser espiritual, las cualidades originales más puras y elevadas, tales como la
paz, el amor, el silencio, la humildad y la sabiduría.
“Debes pedir al Padre,
que transforme tus emociones de mente y cuerpo, en las más elevadas lealtades
de la mente y en satisfactorias experiencias del espíritu.”1730
Porque cuando la
sabiduría, el amor y la paz llenan completamente nuestro corazón y nuestro ser,
en ese momento no hay espacio para el miedo. El miedo no tiene posibilidad de
controlarnos , porque "La exploración de los fenómenos de la vida más
tarde o más temprano destruyen la creencia del hombre en el azar, la suerte y
los así llamados accidentes, sustituyéndola por un universo de ley y orden en
el que los efectos son precedidos por causas definidas. Entonces, el temor a la
existencia es reemplazado por la felicidad del vivir.”95
Yolanda
silva solano